{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Mask R-CNN - Inspect Custom Trained Model\n",
    "\n",
    "Code and visualizations to test, debug, and evaluate the Mask R-CNN model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Using TensorFlow backend.\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "import cv2\n",
    "import sys\n",
    "import random\n",
    "import math\n",
    "import re\n",
    "import time\n",
    "import numpy as np\n",
    "import tensorflow as tf\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.patches as patches\n",
    "import skimage\n",
    "import glob\n",
    "\n",
    "# Root directory of the project\n",
    "ROOT_DIR = os.getcwd()\n",
    "\n",
    "# Import Mask RCNN\n",
    "sys.path.append(ROOT_DIR)  # To find local version of the library\n",
    "from mrcnn import utils\n",
    "from mrcnn import visualize\n",
    "from mrcnn.visualize import display_images\n",
    "import mrcnn.model as modellib\n",
    "from mrcnn.model import log\n",
    "\n",
    "import hgg \n",
    "\n",
    "%matplotlib inline \n",
    "\n",
    "# Directory to save logs and trained model\n",
    "MODEL_DIR = os.path.join(ROOT_DIR, \"logs\")\n",
    "\n",
    "custom_WEIGHTS_PATH = \"mask_rcnn_hgg_0030.h5\"  # TODO: update this path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Configurations"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "config = hgg.hggConfig()\n",
    "custom_DIR = os.path.join(ROOT_DIR, \"hggImages\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "Configurations:\n",
      "BACKBONE                       resnet101\n",
      "BACKBONE_STRIDES               [4, 8, 16, 32, 64]\n",
      "BATCH_SIZE                     1\n",
      "BBOX_STD_DEV                   [0.1 0.1 0.2 0.2]\n",
      "COMPUTE_BACKBONE_SHAPE         None\n",
      "DETECTION_MAX_INSTANCES        100\n",
      "DETECTION_MIN_CONFIDENCE       0.8\n",
      "DETECTION_NMS_THRESHOLD        0.3\n",
      "FPN_CLASSIF_FC_LAYERS_SIZE     1024\n",
      "GPU_COUNT                      1\n",
      "GRADIENT_CLIP_NORM             5.0\n",
      "IMAGES_PER_GPU                 1\n",
      "IMAGE_MAX_DIM                  1024\n",
      "IMAGE_META_SIZE                14\n",
      "IMAGE_MIN_DIM                  800\n",
      "IMAGE_MIN_SCALE                0\n",
      "IMAGE_RESIZE_MODE              square\n",
      "IMAGE_SHAPE                    [1024 1024    3]\n",
      "LEARNING_MOMENTUM              0.9\n",
      "LEARNING_RATE                  0.001\n",
      "LOSS_WEIGHTS                   {'rpn_bbox_loss': 1.0, 'mrcnn_mask_loss': 1.0, 'rpn_class_loss': 1.0, 'mrcnn_bbox_loss': 1.0, 'mrcnn_class_loss': 1.0}\n",
      "MASK_POOL_SIZE                 14\n",
      "MASK_SHAPE                     [28, 28]\n",
      "MAX_GT_INSTANCES               100\n",
      "MEAN_PIXEL                     [123.7 116.8 103.9]\n",
      "MINI_MASK_SHAPE                (56, 56)\n",
      "NAME                           HGG\n",
      "NUM_CLASSES                    2\n",
      "POOL_SIZE                      7\n",
      "POST_NMS_ROIS_INFERENCE        1000\n",
      "POST_NMS_ROIS_TRAINING         2000\n",
      "ROI_POSITIVE_RATIO             0.33\n",
      "RPN_ANCHOR_RATIOS              [0.5, 1, 2]\n",
      "RPN_ANCHOR_SCALES              (32, 64, 128, 256, 512)\n",
      "RPN_ANCHOR_STRIDE              1\n",
      "RPN_BBOX_STD_DEV               [0.1 0.1 0.2 0.2]\n",
      "RPN_NMS_THRESHOLD              0.7\n",
      "RPN_TRAIN_ANCHORS_PER_IMAGE    256\n",
      "STEPS_PER_EPOCH                100\n",
      "TOP_DOWN_PYRAMID_SIZE          256\n",
      "TRAIN_BN                       False\n",
      "TRAIN_ROIS_PER_IMAGE           200\n",
      "USE_MINI_MASK                  True\n",
      "USE_RPN_ROIS                   True\n",
      "VALIDATION_STEPS               50\n",
      "WEIGHT_DECAY                   0.0001\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Override the training configurations with a few\n",
    "# changes for inferencing.\n",
    "class InferenceConfig(config.__class__):\n",
    "    # Run detection on one image at a time\n",
    "    GPU_COUNT = 1\n",
    "    IMAGES_PER_GPU = 1\n",
    "\n",
    "config = InferenceConfig()\n",
    "config.display()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Notebook Preferences"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Device to load the neural network on.\n",
    "# Useful if you're training a model on the same \n",
    "# machine, in which case use CPU and leave the\n",
    "# GPU for training.\n",
    "DEVICE = \"/cpu:0\"  # /cpu:0 or /gpu:0\n",
    "\n",
    "# Inspect the model in training or inference modes\n",
    "# values: 'inference' or 'training'\n",
    "# TODO: code for 'training' test mode not ready yet\n",
    "TEST_MODE = \"inference\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_ax(rows=1, cols=1, size=16):\n",
    "    \"\"\"Return a Matplotlib Axes array to be used in\n",
    "    all visualizations in the notebook. Provide a\n",
    "    central point to control graph sizes.\n",
    "    \n",
    "    Adjust the size attribute to control how big to render images\n",
    "    \"\"\"\n",
    "    _, ax = plt.subplots(rows, cols, figsize=(size*cols, size*rows))\n",
    "    return ax"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load Validation Dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Images: 100\n",
      "Classes: ['BG', 'HGG']\n"
     ]
    }
   ],
   "source": [
    "# Load validation dataset\n",
    "dataset = hgg.hggDataset()\n",
    "dataset.load_hgg(custom_DIR, \"val\")\n",
    "\n",
    "# Must call before using the dataset\n",
    "dataset.prepare()\n",
    "\n",
    "print(\"Images: {}\\nClasses: {}\".format(len(dataset.image_ids), dataset.class_names))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WARNING:tensorflow:From /home/rofoods/.local/lib/python3.5/site-packages/tensorflow/python/ops/sparse_ops.py:1165: sparse_to_dense (from tensorflow.python.ops.sparse_ops) is deprecated and will be removed in a future version.\n",
      "Instructions for updating:\n",
      "Create a `tf.sparse.SparseTensor` and use `tf.sparse.to_dense` instead.\n"
     ]
    }
   ],
   "source": [
    "# Create model in inference mode\n",
    "with tf.device(DEVICE):\n",
    "    model = modellib.MaskRCNN(mode=\"inference\", model_dir=MODEL_DIR,\n",
    "                              config=config)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Loading weights  mask_rcnn_hgg_0030.h5\n"
     ]
    }
   ],
   "source": [
    "# load the last model you trained\n",
    "# weights_path = model.find_last()[1]\n",
    "\n",
    "# Load weights\n",
    "print(\"Loading weights \", custom_WEIGHTS_PATH)\n",
    "model.load_weights(custom_WEIGHTS_PATH, by_name=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<module 'mrcnn.visualize' from '/home/rofoods/Desktop/mask_rcnn_damage_detection/mrcnn/visualize.py'>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from importlib import reload # was constantly changin the visualization, so I decided to reload it instead of notebook\n",
    "reload(visualize)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Run Detection on Images"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/rofoods/.local/lib/python3.5/site-packages/skimage/transform/_warps.py:110: UserWarning: Anti-aliasing will be enabled by default in skimage 0.15 to avoid aliasing artifacts when down-sampling images.\n",
      "  warn(\"Anti-aliasing will be enabled by default in skimage 0.15 to \"\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "image ID: HGG.BraTS19_CBICA_AWG_1_t1ce_z067.png (17) None\n",
      "Processing 1 images\n",
      "image                    shape: (1024, 1024, 3)       min:    0.00000  max:  250.00000  uint8\n",
      "molded_images            shape: (1, 1024, 1024, 3)    min: -123.70000  max:  146.10000  float64\n",
      "image_metas              shape: (1, 14)               min:    0.00000  max: 1024.00000  int64\n",
      "anchors                  shape: (1, 261888, 4)        min:   -0.35390  max:    1.29134  float32\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/rofoods/.local/lib/python3.5/site-packages/skimage/transform/_warps.py:110: UserWarning: Anti-aliasing will be enabled by default in skimage 0.15 to avoid aliasing artifacts when down-sampling images.\n",
      "  warn(\"Anti-aliasing will be enabled by default in skimage 0.15 to \"\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "gt_class_id              shape: (1,)                  min:    1.00000  max:    1.00000  int32\n",
      "gt_bbox                  shape: (1, 4)                min:  492.00000  max:  736.00000  int32\n",
      "gt_mask                  shape: (1024, 1024, 1)       min:    0.00000  max:    1.00000  bool\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1152 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "image_id = random.choice(dataset.image_ids)\n",
    "image, image_meta, gt_class_id, gt_bbox, gt_mask =\\\n",
    "    modellib.load_image_gt(dataset, config, image_id, use_mini_mask=False)\n",
    "info = dataset.image_info[image_id]\n",
    "print(\"image ID: {}.{} ({}) {}\".format(info[\"source\"], info[\"id\"], image_id, \n",
    "                                       dataset.image_reference(image_id)))\n",
    "\n",
    "# Run object detection\n",
    "results = model.detect([image], verbose=1)\n",
    "\n",
    "# Display results\n",
    "ax = get_ax(1)\n",
    "r = results[0]\n",
    "visualize.display_instances(image, r['rois'], r['masks'], r['class_ids'], \n",
    "                            dataset.class_names, r['scores'], ax=ax,\n",
    "                            title=\"Predictions\")\n",
    "log(\"gt_class_id\", gt_class_id)\n",
    "log(\"gt_bbox\", gt_bbox)\n",
    "log(\"gt_mask\", gt_mask)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.5.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
